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Perform The Complex EFG Transform in Cryptography | ||
| Journal of University of Anbar for Pure Science | ||
| Volume 18, Issue 1, June 2024, Pages 252-262 PDF (446.1 K) | ||
| Document Type: Research Paper | ||
| DOI: 10.37652/juaps.2024.145931.1176 | ||
| Author | ||
| Emad A. Kuffi* | ||
| Department of Mathematics, College of Basic Education, Mustansiriyah University | ||
| Abstract | ||
| The integral transforms in their various forms, the traditional and the complex forms, have proven their importance in many scientific fields, and mathematicians exploit them in these fields to the fullest. In addition to employing integral transforms in scientific fields, mathematicians study the different ways to improve these integral transforms in order to include as many applications as possible in each integral transform. The complex EFG (Emad - Faruk - Ghaith) integral transformation is one of the novel transforms that has not been used in many fields; hence, the light has yet to be shown upon its full potential. Therefore, in this paper, we will show the success and ability of complex EFG (Emad - Faruk - Ghaith) transformation in the process of encryption and decryption algorithms. The potential of the complex EFG in the cryptographic field is proved through practical application, and the results from that application appeared to be very promising in that it adds a new field of application into integral transformation. | ||
| Keywords | ||
| Complex EFG transform; Inverse of EFG transform; Encryption; Decryption; ASCII code | ||
| References | ||
|
[1] Kuffi, E. A., Karaaslan, F., & Sadkhan, G. S. (2022). The complex EFG Integral Transform and its Applications. International Journal of Health Sciences, 6(53), 537-547.
[2] Mansour, E. A., Kuffi, E. A., & Mehdi, S. A. (2022). The Solution of Faltung Type Volterra Integro-Differential Equation of First Kind using Complex SEE Transform. Journal of college of Education, Mustansiriyah University, 23(1),205-210.
[3] Mohammed, N. S., & Kuffi, E. A. (2023). Perform the CSI complex Sadik integral transform in cryptography. Journal of Interdisciplinary Mathematics, 26(6), 1303–1309. https://doi.org/10.47974/JIM-1628.
[4] Srinivas, V., & Jayanthi, C. H. (2020). Application of the New Integral “J-transform” in Cryptography. International Journal of Emerging Technologies, 11(2), 678-682.
[5] Mansour, E. A., & Meftin, N. K. (2021). Mathematical modeling for cryptography using Jafari transformation method. Periodicals of Engineering and Natural Sciences, 9(4), 892-897.
[6] Mohamad, H. A., & Mushtt, I. Z. (2018, December). Oscillatory and Asymptotic Behavior of Second Order Non-Linear Neutral Difference Equations. In Oscillatory and Asymptotic Behavior of Second Order Non-Linear Neutral Difference Equations. Conference: The 23rd Specialized Scientific Conference of the Faculty of Education/At: Mustansiriya University-Iraq.
[7] Kuffi, E. A., & Mansour, E. A. (2015). On Hewit and Story Method for Construction Liapunov Function of Differential Algebraic Equations. Journal of College of Education, (5).
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